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\title{A List of All of My Papers}
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\author{William Stein}
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\date{April, 1998}
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\begin{document}
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\maketitle
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\begin{abstract}
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I sat down one night and sorted through all of my papers.
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This list is the result.
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\end{abstract}
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\begin{verbatim}
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adler, notes on flt
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agash, the dual abelian variety: construction
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alphabets, a list of the alphabets used in math typesetting
14
altman, compactifying the picard scheme
15
altman, kleiman, compactifying the picard scheme II
16
andrews, euler's pentagonal number theorem
17
andrews, multiple series rogers-ramanujan type identities
18
apostol, vu, dirichlet series related to the riemann zeta function
19
artin, versal deformations and algebraic stacks
20
artin, winters, degenerate fibres and stable reduction of curves
21
ash, mod p cohomology of gl(n,z) and galois representations
22
ash, stevens, modular forms in characteristic l and special values of their l-functions
23
atiya, wall, cohomology of groups, chapter 4 of cassells-frohlich = g.c. part of serre's local fields
24
atiyah, the role of algebraic topology in mathematics
25
atkin, lehner, hecke operators on gamma_0(m)
26
baker, an introduction to class field theory (old copy)
27
baker, t_1,...,t_g generating the hecke algebra
28
baker, wiel pairings
29
bashmakov, the cohomology of abelian varieties over a number field
30
berkeley prelim problems
31
bertolini, darmon, heegner points, p-adic l-functions, and the cerednik-drinfeld uniformization
32
bertolini, darmon, kolyvagin's descent and mordell-weil groups over ring class fields
33
bertolini, darmon, kolyvagin's descent and mordell-weil groups over ring class fields
34
bertolini, darmon, non-triviality of families of heegner poitns and ranks of selmer groups over anticyclotomic towers
35
besser, euler systems for higher-weight modular forms
36
besser, on the finiteness of sha for motives associated to modular forms
37
besser, on the kolyvagin cup product
38
birch, conjectures concerning elliptic curves
39
birch, cyclotomic fields and kummer extensions
40
birch, elliptic curves over q: a progress report
41
blasius, on the critical values of hecke l-series
42
bloch, a note on height pairings, tamagawa numbers, and the birch and swinnerton-dyer conjecture
43
bloch, algebraic k-theory and classfield theory for arithmetic surfaces
44
bosch, abelian varieties from the rigid analytic viewpoint
45
boston, a refinement of the faltings-serre method
46
boston, lenstra, ribet, quotients of group rings arising from two-dimensional representations
47
bremner, on diagonal cubic surfaces
48
bremner, on euler's quartic surface
49
bremner, some quartic curves with no points in any cubic field
50
brinkhuis, bart de smit, cyclotomic fields exercises
51
brownawell, masser, vanishing sums in function fields
52
buhler, gross, zagier, on the conjecture of birch and swinnerton-dyer for an elliptic curve of rank 3 (explicity computational stuff)
53
buium, differential algebraic geometry and diophantine geometry: an overview
54
buzzard, an email about zp tensor zp not being noetherian
55
buzzard, integral modesl of certain shimura curves
56
buzzard, letters on euler systems from kevin
57
buzzard, on euler systems and rubin's kolyvagin paper
58
buzzard, some of his thesis in a blue dossier
59
buzzard, summary of cyclotomic euler system stuff
60
cantor, computing in the jacobian of a hyperelliptic curve
61
cantor, on the analogue of the division polynomials for hyperelliptic curves
62
carlitz, a note on wolstenholme's theorem (has to do with 1+1/2+1/3+1/4+...)
63
casselman, on representations of gl_2 and the arithmetic of modular curves
64
cassels, arithmetic on curves of genus 1, I. on a conjecture of selmer.
65
cassels, arithmetic on curves of genus 1, III. the tate-shafarevich group and selmer groups
66
cassels, arithmetic on curves of genus 1, IV, proof of the hauptvermutung,
67
cassels, arithmetic on curves of genus 1, V. two counterexamples (order\neq index, ?), letter from bjorn poonen stapled on back
68
cassels, arithmetic on curves of genus 1: sha can be arbitrarily large
69
cassels, arithmetic on elliptic curves
70
cassels, guy, on the hasse principle for cubic surfaces
71
chai, norman, bad reduction of the seigel moduli scheme of genus two with gamma_0(p)-level structure
72
coates and mcconnel, iwasawa theory of modular elliptic curves of analytic rank at most 1
73
coleman, duality for the de rham cohomology of an abelian scheme
74
coleman, effective chabauty
75
coleman, hodge-tate periods and p-adic abelian integrals
76
coleman, iovita, the frobenius and monodromy operators for curves and abelian varieties
77
coleman, p-adic pertubations and modular forms
78
coleman, torsion points on modular curves
79
colloit-thelene, swinnerton-dyer, hasse principle and weak approximation for pencils of severi-brauer and similar varieties
80
coray, algebraic points on cubic hypersurfaces
81
csirik, list of spectral sequences references
82
csirik, on the characteristic polynomials of the hecke operator t_2 on s_k(sl_2(z),c)
83
csirik, qualifying exam syllabus
84
daberkow, fieker, kluners, pohst, roegner, schornig, wildanger, kant v4: (a paper on kant!)
85
darmon, euler systems and refined conjectures of birch and swinnerton-dyer type
86
darmon, faltings plus epsilon, wiles plus epsilon, and the generalized fermat equation
87
darmon, hyperelliptic curves, hilbert modular forms, and fermat's last theorem
88
darmon, merel, winding quotients and some variants of fermat's last theorem
89
darmon, notes to me about genus one curves
90
debarre, klassen, points of low degree on smooth plane curves
91
delign, mumford, the irreducibility of the space of curves of given genus
92
delign, rapoport, les schemas de modules de courbes elliptiques
93
deligne, varietes abeliennes ordinaires sur un corps fini
94
diamond, kramer, modularity of a family of elliptic curves
95
diamond, the refined conjecture of serre
96
diamond, the taylor-wiles construction and multiplicity one
97
edixhoven, neron models and tame ramification
98
edixhoven, rational torsion points on elliptic curves over number fields [after kamienny and mazur]
99
edixhoven, serre's conjecture
100
edixhoven, the weight in serre's conjectures on modular forms
101
ekedahl, on supersingular curves and abelian varieties
102
elkies, math 259: introduction to analytic number theory
103
elkies, on a^4+b^4+c^4=d^4 (he finds infinitely many solutions on it disproving a case of an euler conjecture)
104
elkies, the existence of infinitely many supersingular primes for every elliptic curve over q
105
ellis, the story of non-secret encryption (looks like notes for a talk on public key cryptosystems)
106
estrada-sarlabous, on the jacobian varieties of picard curves defined over fields of characteristic p>0
107
falk, some papers and emails on hyperplane arrangements
108
fermigier, zeros des fonctions l de courbes elliptiques
109
flach, a finiteness theorem for the symmetric square of an elliptic curve
110
flach, a generalisation of the cassels-tate pairing
111
fontaine, formes differentielles et modules de tate des varieties abeliennes sur les corps locaux
112
fontaine, letter to jannsen in which he proves that his conjecture about p-adic monodromy is really true
113
fontaine, messing, p-adic periods and p-adic etale cohomology
114
fontaine, messing, p-aidc periods and p-adic etale cohomology
115
frey, construction and arithmetical applications of modular forms of low weight
116
frietag, kiehl, etale cohomology and the weil conjectures (just up to page 25 or so)
117
geemen, kallen, top, verberkmoes, hecke eigenforms in the cuspidal cohomology of the congruence subgroups of sl(3,z)
118
gelbart, automorphic forms and artin's conjecture
119
goldman, millson, eichler-shimura homology and the finite generation of cusp forms by hyperbolic poincare series
120
gonzalez, hasse-witt matrices for the fermat curves of prime degree
121
gross, a tameness criterion for galois representations associated to modular forms (mod p)
122
gross, kolyvagin's work on modular elliptic curves
123
gross, rohrlich, some results on the mordell-weil group of the jacobian of the fermat curve
124
gross, zagier, heegner points and derivatives of l-series (just the start and end...)
125
grothendieck, fondements de la geometrie algebrique, extraits du sem. bourbaki, 1957-62 (it looks hard, whatever it is...)
126
gruenberg, profinite groups (chapter 5 of cassels-frohlich)
127
handouts, AMS BeNeLux Congress, the antwerp joint ams meeting in belgium, summer 1996.
128
handouts, abc conjecture workshop, tucson, march 1998
129
handouts, conference: seattle mathfest
130
handouts, conference: symposium on the riemann hypothesis (in seattle, right after mathfest)
131
handouts, from the dc conference, spring 1996
132
handouts, jami conference at john hopkins, march 97
133
handouts, newton institute and cambridge, march 1998
134
handouts, notes, lille conference in france, summer 1996
135
handouts, winter 1997 ams meeting, san diego
136
handouts/notes, asilomar, winter 1995
137
harase, on the index-period problem for algebraic curves and abelian varieties
138
harris, higgins, prime generators with parabolic limits
139
hartshorne, math reviews of many of his papers
140
hijikata, explicit formula for the trace of hecke operators for gamma_0(n)
141
howe, large torsion subgroups of split jacobians of curves of genus 2 or 3 (handouts for berkeley nts)
142
howe, leprevost, poonen, large torsion subgroups of split jacobians of curves of genus two or three
143
howe, leprevost, poonen, large torsion subgroups of split jacobians of curves of genus two or three
144
ibukiyama, katsura, on the field of definition of superspecial polarized abelian varieties and type numbers
145
igusa, on local zeta functions
146
iwasawa, a note on kumer extensions
147
jones, diophantine representation of mersenne and fermat primes
148
jones, sato, wada, wiens, diophantine representation of the set of prime numbers
149
kamienny, torsion points on elliptic curves and q-coefficients of modular forms
150
kamienny, torsion points on elliptic curves over all quadratic fields
151
kanevsky, applications of the conjecture on the manin obstruction to various diophantine problems
152
kaplansky, quadratic forms
153
kaskel, list of elliptic curves references
154
kaskel, the adelic image of galois associated to j_0(37)
155
kato, generalization of class field theory
156
katz, lang, finitentess theorems in geometric classfield theory
157
katz, p-adic properties of modular schemes and modular forms
158
klassen, schaeffer, arithmetic and geometry of the curve y^3+1=x^4
159
kneser, semi-simple algebraic groups (chapter 10 of cassels-frohlich)
160
koblitz, a family of jacobians suitable for discrete log cryptosystems
161
koblitz, hyperelliptic cryptosystems
162
koblitz, jacobi sums, irreducible zeta-polynomials, and cryptography
163
koblitz, p-adic variation of the zeta-function over families of varieties defined over finite fields
164
kodama, a family of hyperelliptic function fields with hasse-witt-invariant zero
165
kohel, ph.d. thesis, endomorphism rings of elliptic curves over finite fields
166
kolyvagin, euler systems (in the grothendieck feitschrift)
167
kolyvagin, finiteness of e(q) and sha(e,q) for a subclass of weil curves
168
kolyvagin, logachev, finiteness of sha over totally real fields
169
kolyvagin, logachev, finiteness of the shafarevich-tate group and the group of rational points for some modular abelian varieties
170
kolyvagin, on the mordell-weil and shafarevich-tate groups for weil elliptic curves
171
kolyvagin, on the structure of selmer groups
172
kolyvagin, on the structure of selmer groups
173
kolyvagin, on the structure of shafarevich-tate groups (in slnm 1479)
174
kramer, special cycles on shimura varieties of odd orthogonal groups, the theta-correspondence and hecke actions
175
lam, representation theory problems
176
lang (william lang), extremal rational elliptic surfaces in characteristic p
177
lang, hiv ? aids, have we been misled?
178
lang, on the zeta function of number fields
179
lang, tate, principal homogeneous spaces over abelian varieties
180
lang, tate, principal homogeneous spaces over abelian varieties
181
lang, units and class groups in number theory and algebraic geometry
182
langlands, modular forms and l-adic representations
183
langlands, on the zeta-functions of some simple shimura varieties
184
langlands, shimura varieties and the selberg trace formula
185
larsen, two-dimensional systems of galois representations
186
lenstra, complex multiplication structure of elliptic curves
187
lenstra, math 254b: class field theory, problems
188
lenstra, oort, abelian varieties having purely additive reduction
189
lenstra, oort, zarhin, abelian subvarieties
190
lenstra, primality testing and artin symbols
191
lewis, candid camera: some pictures of number theorists in 1969 (including kubota, dwork, iwasawa, selberg, baker, hpfs-d, mahler)
192
lichtenbaum, duality theorems for curves over p-adic fields
193
lichtenbaum, duality theorems for curves over p-adic fields (copy 2)
194
lichtenbaum, the period-index problem for elliptic curves
195
logachev, kolyvagin's method for shimura varieties: new type of euler systems. I.
196
manin, cyclotomic fields and modular curves
197
manin, mathematics as metaphor + a fairly good copy of a picture of him on the cover
198
manin, the hasse-witt matrix of an algebraic curve
199
marchisotto, zakeri, an invitation to integration in finite terms
200
mason, diophantine equations over function fields
201
mazur, a survey/expository paper on questions of decidaility and undecidability in number theory
202
mazur, arithmetic on curves (looks like a great survey article)
203
mazur, floppy disk, euler systems lecture notes for course, spring 1998
204
mazur, questions about numbers
205
mazur, rational points of abelian varieties with values in towers of number fields
206
mazur, rational points of abelian varieties with values in towers of number fields (copy 2)
207
mazur, swinnerton-dyer, arithmetic of weil curves
208
mazur, tate, teitelbaum, on p-adic analogues of the conjectures of birch and swinnerton-dyer
209
mazur, the topology of rational points
210
mccallum, duality theorems for neron models
211
mccallum, kolyvagin's work on shafarevich-tate groups
212
mccallum, on the method of coleman and chabauty
213
merel, bornes pour la torsion des courbes elliptiques sur les corps de nombres
214
merel, the arithmetic of elliptic curves and diophantine equations
215
mestre, constructions polynomiales et theorie de Galois
216
miller, ezra, qualifying exam syllabus
217
milne, on the arithmetic of abelian varieties
218
milne, on the arithmetic of abelian varieties
219
milne, on the arithmetic of abelian varieties
220
milne, shimura varieties: the geometry side of the zeta function
221
milnor, algebraic k-theory of quadratic forms
222
moret-bailly, diophantine and moduli problems over rings of algebraic integers, notes by jeff achter
223
murty, elliptic curves and modular forms
224
murty, the notion of a shimura variety
225
nagao, on the rank of elliptic curve y^2=x^3-kx
226
nagashima, on rational points of algebraic curves of genus one
227
nagashima, on rational points of algebraic curves of genus one
228
nakagawa, horie, elliptic curves with no rational points
229
nguyen, letter to me about a question oi asked him on zeros of power series with rational coefficients
230
nguyen, the theory of (adult) drawings
231
nguyen, the transcendence of e and pi
232
notes and solutions, serganova's 261
233
notes, alevras, 185, complex analysis
234
notes, coleman's 254a
235
notes, fred teti's 202a topology class, notes and exercises
236
notes, fred teti's notes from when he took hartshorne's 256a.
237
notes, matt baker's qualifying exam review notes
238
notes, my noes on mat 261a, lie groups
239
notes, ogus, notes by kirsten on ogus 254a course
240
notes, rubin, notes of popescu on karl rubin's ohio state course on euler systems
241
nygaard, slopes of powers of frobenius on crystalline cohomology
242
oort, hyperelliptic supersingular curves
243
oort, moduli of abelian varieties in positive characteristic
244
pizer, an algorithm for computing modular forms on gamma_0(n)
245
poonen, computational aspects of curves of genus at least 2
246
poonen, congruences relating the order of a group to the number of conjugacy classes
247
poonen, schaefer, explicit descent for jacobians of cyclic covers of the projective line
248
poonen, torsion in rank 1 drinfeld modules and the uniform boundedness conjecture
249
raynaud, schemas en groupes de type (p,...,p)
250
ribenboim, consecutive powers
251
ribenboim, recent results about fermat's last theorem
252
ribenboim, review of weil's number theory, an approach through history from hammurapi to legendre
253
ribet, a modular construction of unramified p-extensions of q(mu_p)
254
ribet, a modular construction of unramified p-extensions of q(mu_p) (copy 2)
255
ribet, from the taniyama-shimura conjecture to fermat's last theorem (proof of TS-->FLT)
256
ribet, galois representations and modular forms
257
ribet, hayes, fermat's last theorem and modern arithmetic (in the american scientist)
258
ribet, irreducible galois representations arising from component groups of jacobians
259
ribet, lowering the levels of modular representations without multiplicity one
260
ribet, multiplicities of p-finite mod p galois representations in j_0(Np)
261
ribet, on modular representations of gal(qbar/q) arising from modular forms
262
ribet, on the equation a^p+2^alpha b^p + c^p = 0
263
ribet, parametrizations of elliptic curves by shimura curves and by classical modular forms, handout for the dc conference)
264
ribet, report on mod l representations of gal(qbar/q)
265
risch, the problem of integration in finite terms
266
risch, the solution of the problem of integration in finite terms
267
rohrlich, modular curves, hecke correspondences, and l-functions
268
roquette, analytic theory of elliptic functions over local fields
269
roquette, isomorphisms of generic splitting fields of simple algebras
270
roquette, on the galois cohomology of the projective linear group and its applications to the construction of generic splitting fields of algebras
271
rosenlicht, integration in finite terms
272
rosenlicht, some basic theorems on algebraic groups
273
rubin, appendix to lang's cyclo fields on the main conjecture
274
rubin, descents on elliptic curves and complex multiplication
275
rubin, elliptic curves with complex multiplication and the conjecture of birch and swinnerton-dyer
276
rubin, euler systems and modular elliptic curves
277
rubin, lower bounds for selmer groups
278
rubin, p-adic l-functions and rational points on elliptic curves with complex multiplication
279
rubin, review of rubins sln 1399 article.
280
rubin, the work of kolyvagin on the arithmetic of elliptic curves
281
rubin, the work of kolyvagin on the arithmetic of elliptic curves (copy 2)
282
saito, arithmetic on two dimensional local rings
283
sansuc, principe de hasse, surfaces cubiques et intersections de deux quadriques
284
sarnak, my notes from his berkeley talks (the rufus bowen lectures)
285
schaefer, class groups and selmer groups
286
schaefer, computing a selmer group of a jacobian using functions on the curve
287
schaefer, letter to me on how to compute e(q), april, 1997
288
segal, on the automorphism groups of certain lie algebras
289
serre, a big photo copy of a photo of him
290
serre, cohomologie et geometrie algebrique
291
serre, cohomology and algebraic geometry (i translated this from french to english)
292
serre, local class field theory (chapter 6 of cassels-frohlich)
293
serre, proprietes conjecturales des groupes de galois motiviques et des representations l-adiques
294
serre, proprietes galoisiennees des points d'ordre fini des courbes elliptiques
295
serre, seminar on complex multiplication
296
serre, sur les representations modulaires de degre 2 de gal(qbar/q)
297
serre, tate, good reduction of abelian varieties
298
serre, zeta and l functions
299
shalit, the explicit reciprocity law in local class field theory
300
shatz, the cohomology of certain elliptic curves over local fields and quasi-local fields
301
shimura, on abelian varieties with complex multiplication
302
shiu, counting sums of two squares: the meissel-lehmer method
303
siksek, on serre's equation: x^4+y^4=17z^4, (he proves that the 8 rational points are all of them)
304
silverberg, explicit families of elliptic curves with prescribed mod n representations
305
silverberg, generic abelian varieties: the unitary case
306
silverberg, points of finite order on abelian varieties
307
silverberg, zarhin, semistable reduction of abelian varietes over extensions of small degree
308
silverman, chapter X of AEC I, computing the mordell-weil group
309
silverman, the cubic thue equation
310
silverman, the s-unit equation over function fields
311
smirnov, hurwitz inequalities for number fields
312
stein, 'solutions', fall 96 lim p_n/p_{n+1}, stephen's question, closure of subgroup of algebraic group
313
stein, a manilla envelope of stuff i thought about in 1995
314
stein, doodles
315
stein, euro floppy disk, summer 1997, in hotel canada folder
316
stein, genus one curves of arbitrary index, rough notes, summer 97
317
stein, hartshorne's homological algebra, notes and solutions to exercises
318
stein, hecke algebras, modular forms, and flt, notes from ribet's math 274, spring 1996
319
stein, my handout on the proof of the main conjecture of iwasawa theory
320
stein, my notes for when i talk math 55: discrete mathematics, at uc berkeley, summer 1997
321
stein, my notes from a talk of lenstra on group cohomology and galois descent, dec 96.
322
stein, my notes of a meeting with him in his office in august, 1997. i asked about explicitly computing on jacobians
323
stein, my notes of peter stevenhagen's talk on generating class fields using shimura reciprocity, march 1997
324
stein, my notes on karl rubin's berkeley colloquium talk on euler systems, feb 1998
325
stein, my spring 97 yellow pad, contains notes from the jami conference in baltimore
326
stein, my yellow notebook april-may 1997, pacific northwest n.t. conference, greenberg, vaius, darmon, edixhoven, ribet, loic
327
stein, my yellow notebook july- 1997, penn state conference
328
stein, my yellow notebook may-june 1997, euro diary, examples
329
stein, notes about a question tom tucker asked me, fall 97
330
stein, notes for 254b, typeset in tex.
331
stein, notes from 256a and 254a, fall 96
332
stein, notes from a talk of joe wetherell on his thesis
333
stein, notes from a talk of vasiu on points of integral canonical models of shimura varieites of preabelian type (11/97)
334
stein, notes from abc conjecture workshop, tucson, march 1998
335
stein, notes from my talk on tate-shafarevich groups of elliptic curves, spring 1997
336
stein, notes from my talk on the main conjecture of iwasawa theory, spring 1997
337
stein, notes from the newton institute, rational points, march 1998
338
stein, notes of a talk by lawren smithline on divided power structures for coleman's 274 course, fall 97
339
stein, notes on genus one curves of prespecified index
340
stein, notes on jacobians of genus one curves, worked out in belgium, summer 97, good thing to write up
341
stein, notes on one of darmon's berkeley talk on p-adic l-functions, april 1996.
342
stein, notes on ribet's paper on a modular construction of unramified p-extensions of q(mu_p), student arithmetic geometry seminar, fall 97
343
stein, notes on serre's galois cohomology
344
stein, notes on sharpness
345
stein, parity structures, a letter to david moulton about some elementary combinatorial idea which could be something.
346
stein, qual review book, fall 97
347
stein, qual review sheets
348
stein, reading notes and pages of handy facts (quick reference cards)
349
stein, some doodles about weil pairings, fall 97, good start for something to write up
350
stein, source code from my eichler-selberg trace formula program, march 1998
351
stein, stuff i thought about at nau
352
stein, the math book, summer 97
353
stein, the symmetric powers of a curve, 10/97
354
stein, yellow pad of doodles and notes, fall 97.
355
stevenhagen, lenstra, chebotarev and his density theorem
356
stoppie, notes on the eichler-selberg trace formula following zagier's method (unpublished and a bit secret)
357
swan, zero cycles on quadric hypersurfaces
358
swinnerton-dyer, applications of algebraic geometry to number theory
359
swinnerton-dyer, arithmetic of diagonal quartic surfaces, II (newton institute preprint)
360
swinnerton-dyer, on l-adic representations and congruences for coefficients of modular forms
361
swinnerton-dyer, rational points on certain intersections of two quadrics
362
swinnerton-dyer, rational points on pencils of conics and on pencils of quadrics
363
ta notes, math 54, with lenstra
364
tankeev, on weights of l-adic representations
365
tanner, wagstaff, new congruences for the bernoulli numbers
366
tate, duality theorems in galois cohomology over number fields
367
tate, endomorphisms of abelian varieties over finite fields
368
tate, galois cohomology of abelian varieties over p-adic fields
369
tate, p-divisible groups, from proceedings of a conference on local fields, 1966
370
tate, rigid analytic spaces
371
tate, rigid analytic spaces
372
tate, the arithmetic of elliptic curves
373
tate, voloch, linear forms in p-adic roots of unity
374
tate, wc-groups over p-adic fields
375
taylor, in harvard magazine, exclusive interview with richard taylor
376
taylor, l-adic representations associated to modular forms over imaginary quadatic fields. II
377
taylor, representations of galois groups associated to modular forms
378
thomas, vasquez, a family of elliptic curves and cyclic cubic field extensions
379
ulmer, l-function of universal elliptic curves over igusa curves
380
van den bergh, the algebraic index of a division algebra
381
van der geer, van der vlugt, how to construct curves over finite fields with many points
382
van der poorten, some wonderful formulas... an introduction to polylogarithms
383
vasiu, points of integral canonical models of shimura varieties of preabelian type and the langlands-rapoport conjture, part I
384
vojta, notes for his book on arithmetic varieties
385
voloch, diagonal equations over function fields
386
voloch, diophantine approximation on abelian varieties in characteristic p
387
voloch, diophantine gometry in characteristic p: a survey
388
voloch, primitive points on constant elliptic curves over function fields
389
wada, a table of hecke operators. II
390
washington, chapter 15 of cyclotomic fields. the main conjecture and annihiliation of class groups
391
weil, on algebraic groups and homogeneous spaces
392
wetherell, bounding the number of rational points through the arithmetic of covers
393
wetherell, long letter to me about how to find the special fiber of the neron model of an an elliptic curve
394
wetherell, ph.d. thesis, bounding the number of rational points on certain curves of high rank
395
wiles, bibliography
396
wiles, modular curves and the class group of q(zeta_p)
397
wiles, modular forms, elliptic curves, and fermat's last theorem
398
wingberg, on the etal k-theory of an elliptic curve with complex multiplication for regular primes
399
xing, on supersingular abelian varieties of dimension two over finite fields
400
yates, sinkers of the titanics (a short paper on primality and factoring)
401
yoshida, abelian varieties with complex multiplication and representations of the weil group
402
zagier, modular points, modular curves, modular surfaces and modular forms
403
zajta, on the solution of the diophantine equation A^3+B^3+C^3+D^3=0
404
zhu, ph.d. thesis, supersingular abelian varieties over finite fields
405
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